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{\bf M. J. Grannell and M. Knor}
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{\bf A Construction for Biembeddings of Latin Squares}
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An existing construction for face 2-colourable triangular embeddings of complete regular tripartite graphs is extended and then re-examined from the viewpoint of the underlying Latin squares. We prove that this generalization gives embeddings which are not isomorphic to any of those produced by the original construction.
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